Localization of invariant compact sets of nonautonomous systems

JOURNAL ARTICLE published January 2009 in Differential Equations

Authors: A. N. Kanatnikov | A. P. Krishchenko

Stability analysis of delay induced tumor and immune system interaction model

JOURNAL ARTICLE published 2021 in Journal of Mathematical and Computational Science

QUALITATIVE ANALYSIS OF A MEAN FIELD MODEL OF TUMOR-IMMUNE SYSTEM COMPETITION

JOURNAL ARTICLE published February 2003 in Mathematical Models and Methods in Applied Sciences

Authors: ELENA DE ANGELIS | PIERRE-EMMANUEL JABIN

Stability analysis of the singular points and Hopf bifurcations of a tumor growth control model

JOURNAL ARTICLE published 15 May 2024 in Mathematical Methods in the Applied Sciences

Research funded by Javna Agencija za Raziskovalno Dejavnost RS (P1‐0306,BI‐HU/19‐20‐002) | Al-Farabi Kazakh National University (AP09260317)

Authors: Dániel András Drexler | Ilona Nagy | Valery G. Romanovski

Formal asymptotic limit of a diffuse-interface tumor-growth model

JOURNAL ARTICLE published 15 June 2015 in Mathematical Models and Methods in Applied Sciences

Authors: Danielle Hilhorst | Johannes Kampmann | Thanh Nam Nguyen | Kristoffer George Van Der Zee

Functional method for the localization of invariant compact sets in discrete systems

JOURNAL ARTICLE published November 2010 in Differential Equations

Authors: A. N. Kanatnikov

Bounding a domain containing all compact invariant sets of the permanent-magnet motor system

JOURNAL ARTICLE published November 2009 in Communications in Nonlinear Science and Numerical Simulation

Authors: Luis N. Coria | Konstantin E. Starkov

ON THE STABILITY OF A STELLAR STRUCTURE IN ONE DIMENSION

JOURNAL ARTICLE published May 1996 in Mathematical Models and Methods in Applied Sciences

Authors: B. DUCOMET

On the Almost Global Stability of Invariant Sets

PROCEEDINGS ARTICLE published June 2018 in 2018 European Control Conference (ECC)

Authors: Ozkan Karabacak | Rafael Wisniewski | John Leth

Localizing sets for invariant compact sets of discrete dynamical systems with perturbation and control

JOURNAL ARTICLE published December 2013 in Differential Equations

Authors: A. N. Kanatnikov

Compact Invariant Sets for Global Holomorhic Foliations

JOURNAL ARTICLE published March 2017 in Bulletin of the Brazilian Mathematical Society, New Series

Authors: Arturo Fernández-Pérez | Rogério Mol | Rudy Rosas

Global Stability of a Secondary Dengue Viral Infection Model

JOURNAL ARTICLE published 1 July 2020 in Applied Mathematics & Information Sciences

Construction of Lyapunov functions by the method of localization of invariant compact sets

JOURNAL ARTICLE published November 2017 in Differential Equations

Authors: A. P. Krishchenko

Spectral analysis of non-compact symmetrizable operators on Hilbert spaces

JOURNAL ARTICLE published 30 July 2015 in Mathematical Methods in the Applied Sciences

Authors: Mustapha Mokhtar-Kharroubi | Yahya Mohamed

Conformally invariant powers of the Dirac operator in Clifford analysis

JOURNAL ARTICLE published 15 September 2010 in Mathematical Methods in the Applied Sciences

Research funded by GACR (201/08/0397) | VZ (MSM0021620839)

Authors: David Eelbode | Vladimír Souček

On compact sets with a certain affine invariant

JOURNAL ARTICLE published August 2011 in Mathematical Notes

Authors: A. S. Voynov

ON THE WELL-POSEDNESS, STABILITY AND ACCURACY OF AN ASYMPTOTIC MODEL FOR THIN PERIODIC INTERFACES IN ELECTROMAGNETIC SCATTERING PROBLEMS

JOURNAL ARTICLE published December 2013 in Mathematical Models and Methods in Applied Sciences

Authors: BERANGERE DELOURME | HOUSSEM HADDAR | PATRICK JOLY

A REDUCED-ORDER ODE–PDE MODEL FOR THE ACTIVATED SLUDGE PROCESS IN WASTEWATER TREATMENT: CLASSIFICATION AND STABILITY OF STEADY STATES

JOURNAL ARTICLE published March 2013 in Mathematical Models and Methods in Applied Sciences

Authors: STEFAN DIEHL | SEBASTIAN FARÅS

Parameter identification for nonlocal phase field models for tumor growth via optimal control and asymptotic analysis

JOURNAL ARTICLE published November 2021 in Mathematical Models and Methods in Applied Sciences

Research funded by Austrian Science Fund (M 2876)

Authors: Elisabetta Rocca | Luca Scarpa | Andrea Signori

A HYBRID MODEL FOR TUMOR SPHEROID GROWTH IN VITRO I: THEORETICAL DEVELOPMENT AND EARLY RESULTS

JOURNAL ARTICLE published November 2007 in Mathematical Models and Methods in Applied Sciences

Authors: YANGJIN KIM | MAGDALENA A. STOLARSKA | HANS G. OTHMER